On minimal Rolle's domains for complex polynomials - Mathematics > Complex VariablesReport as inadecuate




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Abstract: Define a subset of the complex plane to be a Rolle-s domain if it containsat least one critical point of every complex polynomial P such thatP-1=P1. Define a Rolle-s domain to be minimal if no proper subset is aRolle-s domain. In this paper, we investigate minimal Rolle-s domains.



Author: Michael J. Miller

Source: https://arxiv.org/







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